Mathematics for Industry
Mathematics for Industry
Challenges and Frontiers. A Process View: Practice and Theory
September 2005
Paperback
9780898715989
AUD$168.18
exc GSTPaperback
This collection of papers is a novel publication for SIAM. It is, first and foremost, a forum for leading industrial and government scientists and engineers to describe their work and what they hope to accomplish over the next decade. The goal is to focus the mathematical community on research that will both advance mathematics and provide immediate benefits to industry. So this is not a book on mathematics in the strictest sense. It is not organized around a single or even multiple mathematical disciplines. The papers contain few, if any, statements and proofs of theorems. Rather, they focus on describing the needs of industry and government and on highlighting mathematics that may play a role in providing solutions.
Product details
September 2005Paperback
9780898715989
257 pages
255 × 178 × 13 mm
0.469kg
This item is not supplied by Cambridge University Press in your region. Please contact Soc for Industrial & Applied Mathematics for availability.
Table of Contents
- Introduction
- Part I. Industrial Problems
- 1. Paradigm-Shifting Capabilities for Army Transformation John A. Parmentola
- 2. Computational Simulation in Aerospace Design Raymond R. Cosner and David R. Ferguson
- 3. LEAPS and Product Modeling R. Ames
- 4. 3D Modelling of Material Property Variation for Computer Aided Design and Manufacture M. J. Pratt
- Part II. Mathematical Responses to Industrial Problems
- 5. A Framework for Validation of Computer Models James C. Cavendish
- 6. Numerical Investigation of the Validity of the Quasi-Static Approximation in the Modelling of Catalytic converters Brian J. McCartin and Paul D. Young
- 7. A Framework Linking Military Missions and Means P. J. Tanenbaum and W. P. Yeakel
- 8. Computational Topology for Geometric Design and Molecular Design Edward L. F. Moore and Thomas J. Peters
- 9. Discretize then Optimize John T. Betts and Stephen L. Campbell
- 10. Transferring Analyses onto Different Meshes D. A. Field
- 11. Bivariate Quadratic B-splines Used as Basis Functions for Collocation Benjamin Dembart, Daniel Gonsor, and Marian Neamtu
- Part III: The Process of Mathematical Modeling, Practice and Education
- 12. A Complex Systems Approach to Understanding the HIV/AIDS Epidemic Carl P. Simon and James S. Koopman
- 13. A Combined Industrial/Academic Perspective on Fiber and Film Process Modeling C. David Carlson, Jr. and Christopher L. Cox
- 14. Helpful Hints for Establishing Professional Science Master's Programs Charles R. MacCluer and Leon H. Seitelman
- Author Index.
